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secondary 2 | Maths
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e⁴f² - e³f³ = e³f²(e - f)
denominator:
e²f⁴ - e³f³ = e²f³(f - e) = -e²f³(e - f)
hence,
(e⁴f² - e³f³)/(e²f⁴ - e³f³)
= [e³f²(e - f)]/[-e²f³(e - f)]
= -e/f
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